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首页> 外文期刊>Journal of Combinatorial Theory, Series B >Graphs generated by Sidon sets and algebraic equations over finite fields
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Graphs generated by Sidon sets and algebraic equations over finite fields

机译:有限域上由西顿集和代数方程生成的图

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摘要

We study the spectra of several graphs generated by Sidon sets and algebraic equations over finite fields. These graphs are used to study some combinatorial problems in finite fields, such as sum product estimates, solvability of some equations and the distribution of their solutions.
机译:我们研究了由Sidon集和代数方程在有限域上生成的几个图的光谱。这些图用于研究有限域中的一些组合问题,例如总和估计,某些方程的可解性及其解的分布。

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